The square root of the number 96 is a number who product through itself offers 96. The square source of a number can be hopeful or negative, genuine or imaginary. Now we will calculate the square root of 96 using various methods and also a couple of interesting facts and also problems together well.

You are watching: Square root of 96 in radical form

Square source of 96: √96 = 9.79796Square that 96: (96)2 = 9216 
1.What Is the Square source of 96?
2.Is Square source of 96 reasonable or Irrational?
3.How to uncover the Square root of 96?
4.FAQs ~ above Square source of 96
5.Important notes on Square source of 96

What Is the Square root of 96?

The square source of 96 is created as √96 = 9.79796The square root of 96 can likewise be written as 4√6 in streamlined form.The square root of number 96 is no an essence so, the is not a perfect square.

Is the Square root of 96 rational or Irrational?

A number is well-known as a reasonable if it can be written in the kind of p/q where q ≠ 0.The square source of 96 is a non-repeating and also non-terminating number.So, the square root of 96 is one irrational number.

How to uncover the Square root of 96?

We will now discover the square source of 96 making use of the following methods.

Square root of 96 making use of Prime administrate Method

Prime components of 96 in pairs: (2 × 2) × (2 × 2) × 2 × 3Square of 96 is √96: √ ((2 × 2)2 × 6)√96 = ±4√6

Square source of 96 by long Division

We will now discover the square root of 96 through the long division method.

Start group the digits from the unit’s place in bag of two digits by placing a bar/line on peak of them. We have pair in this situation (96).Find a number (a) such the a × a ≤ 96. So, a will be 9 as 9 × 9 = 81.Put a decimal in the quotient and dividend component simultaneously. Also, put 3 bag of zero in the dividend part after the decimal.Bring down one pair that zero. Currently our new dividend is 1500. Now find a number (b) such the 18b × b ≤ 1500. The number m will be 7 as 187 × 7 = 1309 ≤ 1500.Repeat the over step for the continuing to be two pairs of zeros.


So, we obtain the square source of √96 = 9.797 by the long division method.

Explore square roots utilizing illustrations and also interactive examples.

Important Notes:

The square root of 96 is one irrational number.The square source of -96 is an imaginary number.The number 96 is no a perfect square.

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Challenging Questions

Find the value of √√96.Find the square root of all the determinants of 96 other than 1 and 96.